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  <p class="1 DocDefaults "><span class="" style="font-family: 'Calibri';">放入到第一个头部</span></p>
  
  <p class="1 DocDefaults "><span class="" style="font-family: 'Calibri';">你好,hello world</span></p>
  
  <p class="1 DocDefaults "><span class="" style="font-family: 'Calibri';">这个是第二段文字</span><br /><span class="" style="font-family: 'Calibri';">换行数据</span></p>
  
  <p class="1 DocDefaults "><span class="14 " style="font-weight: bold;color: #0000FF;"><span class="" style="font-family: 'Calibri';">Hello world 使用xml的方式进行插入</span></span></p>
  
  <table class="12 " id="docx4j_tbl_0" style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;position: relative; margin-left: 0in;table-layout: fixed;vertical-align: top;border-collapse: collapse;width: 5.11in;"><colgroup><col style="width: 25%;" /><col style="width: 25%;" /><col style="width: 25%;" /><col style="width: 25%;" /></colgroup><tbody><tr><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">1</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">2</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">3</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">4</span></p></td></tr><tr><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">5</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">6</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">7</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">8</span></p></td></tr><tr><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">9</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">10</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">11</span></p></td><td style="border-bottom-style: solid;border-bottom-width: 0.44mm;border-bottom-color: #FF0000;border-left-style: solid;border-left-width: 0.44mm;border-left-color: #FF0000;border-right-style: solid;border-right-width: 0.44mm;border-right-color: #FF0000;border-top-style: solid;border-top-width: 0.44mm;border-top-color: #FF0000;padding-bottom: 0mm;padding-left: 1.91mm;padding-right: 1.91mm;padding-top: 0mm;">
  
  <p class="1-12-BR DocDefaults "> </p>
  
  <p class="1-12-BR DocDefaults "><span class="" style="font-family: 'Calibri';">12</span></p></td></tr></tbody></table>
  
  <p class="1 DocDefaults "><span class="14 " style=""><span class="" style="font-family: 'SimSun';">这是一个公式，</span></span><span class="" style="font-family: 'Calibri';">$ {a}^{2}+{b}^{2}={c}^{2}$</span><span class="14 " style="font-family: 'SimSun';">为了测试。</span><span class="" style="font-family: 'Calibri';">$ {e}^{x}=1+\frac{x}{1!}+\frac{{x}^{2}}{2!}+\frac{{x}^{3}}{3!}+\dots ,\mathrm{ }\mathrm{ }-\infty &lt;x&lt;\infty $</span></p>
  
  <p class="1 DocDefaults "><span class="14 " style=""><span class="" style="font-family: 'SimSun';">第二个公式：</span></span><span class="" style="font-family: 'Calibri';">$ y=x+b$</span><span class="25 14 " style=""><span class="" style="font-family: 'Calibri';">,</span><span class="" style="font-family: 'SimSun';">猜猜猜</span></span><span class="" style="font-family: 'Calibri';">$ \nabla \cdot \nabla \psi =\frac{{\partial }^{2}\psi }{\partial {x}^{2}}+\frac{{\partial }^{2}\psi }{\partial {y}^{2}}+\frac{{\partial }^{2}\psi }{\partial {z}^{2}}=\frac{1}{{r}^{2}\mathrm{sin}\theta }\left[\mathrm{sin}\theta \frac{\partial }{\partial r}\left({r}^{2}\frac{\partial \psi }{\partial r}\right)+\frac{\partial }{\partial \theta }\left(\mathrm{sin}\theta \frac{\partial \psi }{\partial \theta }\right)+\frac{1}{\mathrm{sin}\theta }\frac{{\partial }^{2}\psi }{\partial {\phi }^{2}}\right]$</span></p>
  
  <p class="1 DocDefaults "><span class="25 14 " style=""><span class="" style="font-family: 'SimSun';">圆的面积：</span></span><span class="" style="font-family: 'Calibri';">$ A=\pi {r}^{2}$</span><span class="14 " style=""><span class="" style="font-family: 'Calibri';white-space:pre-wrap;"> </span><span class="" style="font-family: 'SimSun';white-space:pre-wrap;">这个对面</span></span></p>
  
  <p class="1 DocDefaults "><span class="25 14 " style="font-family: 'Calibri';">ok</span><span class="" style="font-family: 'Calibri';">$ \mathrm{sin}\left(a+b\right)=\mathrm{sin}a\mathrm{cos}b+\mathrm{cos}a\mathrm{sin}b$</span></p>
  
  <p class="1 DocDefaults "> </p>
  
  <p class="1 DocDefaults "><span class="14 " style="font-family: 'Calibri';">X</span><span class="14 " style="vertical-align: super;font-size: smaller;;font-family: 'Calibri';">2</span><span class="14 " style="font-family: 'Calibri';">+y</span><span class="14 " style="vertical-align: super;font-size: smaller;;font-family: 'Calibri';">2</span><span class="14 " style="font-family: 'Calibri';">=z</span><span class="14 " style="vertical-align: super;font-size: smaller;;font-family: 'Calibri';">2</span></p>
  
  <p class="1 DocDefaults "><span class="14 " style=""><span class="" style="font-family: 'SimSun';">物理公式：</span></span><span class="14 " style="vertical-align: super;font-size: smaller;"><img height="13" id="rId6" src="_files/3cc4d74a-36ea-44e1-8bee-df163adb0dbbimage1.jpeg" width="45" /></span><span class="14 " style=""><span class="" style="font-family: 'SimSun';white-space:pre-wrap;">  早不认识他的含义了。</span></span><span class="" style="font-family: 'Calibri';">$ Q={I}^{2}Rt$</span></p>
  
  <p class="1 DocDefaults "> </p>
  
  <p class="1 DocDefaults "> </p>
  
  <p class="1 DocDefaults "><span class="14 " style="vertical-align: super;font-size: smaller;">   </span></p></div>
  
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